“…1. importance rating of the g PIs (g = {1, 2, …, l}) connected to each of the h KPIs (h = {1, 2, …, m}) using a 5-point Likert scale, ranging from 1 (not important) to 5 (very important); for such rating, the input is solicited from k (k = {1, 2, …, n}) experts appropriately, such as with a questionnaire survey (Shao, Yuan, & Li, 2017); 2. processing of the input of each of the k experts via the Row Geometric Mean Method (RGMM) variation of the Analytical Hierarchy Process (AHP) (Ishizaka & Labib, 2011), to calculate each of w PI k gh , , which is the relative weight of the g th PI corresponding to the h th KPI according to the k th expert; 3. consolidation of all w PI k gh , for all n experts to calculate W PI gh , namely the relative weight of the g th PI corresponding to the h th KPI according to all experts, via an AHP results consolidation methodology developed by Goepel (2013) that incorporates the Eigenvector Method (EVM) variation of the AHP (Alonso & Lamata, 2006), and the Weighted Geometric Mean Method (WGMM) (Xu, 2000). As mentioned above, the same procedure is implemented to calculate W KPI hu (the relative weight of the h th KPI connected to the u th bridge component), and W comp u (the relative weight of the u th component about the bridge as a whole), where u = {1, 2, …, v}.…”